The following pages link to WIGNER’S THEOREM IN -TYPE SPACES (Q4607015):
Displaying 18 items.
- On normed spaces with the Wigner property (Q781692) (← links)
- Wigner-type theorem on transition probability preserving maps in semifinite factors (Q1715463) (← links)
- A variant of Wigner's theorem in normed spaces (Q2046654) (← links)
- On approximate phase isometries (Q2062151) (← links)
- Min-phase-isometries and Wigner's theorem on real normed spaces (Q2152598) (← links)
- Phase-isometries between two \(\ell^p(\Gamma , H)\)-type spaces (Q2198300) (← links)
- Phase-isometries between normed spaces (Q2228517) (← links)
- Phase-isometries on real normed spaces (Q2310497) (← links)
- Wigner's theorem on the Tsirelson space \(T\) (Q2332601) (← links)
- A variant of Wigner's functional equation (Q2354647) (← links)
- Wigner's theorem in atomic $L_p$-spaces ($p>0$) (Q4638670) (← links)
- Wigner’s theorem in a class of Hilbert C*-modules (Q4833001) (← links)
- The wigner property for CL-spaces and finite-dimensional polyhedral Banach spaces (Q4999883) (← links)
- RETRACTED – The wigner property for CL-spaces and finite-dimensional polyhedral banach spaces (Q5159393) (← links)
- A note on Tingley’s problem and Wigner’s theorem in the unit sphere of <sup>∞</sup>(Γ)-type spaces (Q5860738) (← links)
- On a universal inequality for approximate phase isometries (Q6152117) (← links)
- Phase-isometries between the positive cones of the Banach space of continuous real-valued functions (Q6628882) (← links)
- Min-phase-isometries on the unit sphere of \(\mathcal{L}^\infty (\Gamma)\)-type spaces (Q6657285) (← links)
